Question

In the given figure PQ II RS and PQ = RS . Prove that triangle PUQ = SUR

Answer 1

Answer:

Step-by-step explanation:

In the given triangle PQ=RS (given)-----------1

m∠PQU=m∠URS (Alternate Angle)------------2

m∠PUQ=m∠RUS (V.O.A)----------3

Hence from 1,2 and 3 By ASA test of congruence PUQ=SUR

Answer 2

Answer:

Take triangle ️ PUQ and triangle ️ SUR

Angle P=Angle S [PS is transversal]

Angle Q=Angle R [QR is transversal]

PQ=RS [Equal sides]

Triangle ️ PUQ=Triangle ️ SUR

[By Angle Side Angle Congruence Rule]

Step-by-step explanation:

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